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utils.py
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import numpy as np
import tensorflow as tf
def normalization(data):
"""
Normalize data in [0, 1] range.
Args:
- data: original data
Returns:
- norm_data: normalized data
- norm_parameters: min_val, max_val for each feature for renormalization
"""
# Parameters
_, dim = data.shape
norm_data = data.copy()
# MixMax normalization
min_val = np.zeros(dim)
max_val = np.zeros(dim)
# For each dimension
for i in range(dim):
min_val[i] = np.nanmin(norm_data[:, i])
norm_data[:, i] = norm_data[:, i] - np.nanmin(norm_data[:, i])
max_val[i] = np.nanmax(norm_data[:, i])
norm_data[:, i] = norm_data[:, i] / (np.nanmax(norm_data[:, i]) + 1e-6)
# Return norm_parameters for renormalization
norm_parameters = {'min_val': min_val,
'max_val': max_val}
return norm_data, norm_parameters
def renormalization(norm_data, norm_parameters):
"""Renormalize data from [0, 1] range to the original range.
Args:
- norm_data: normalized data
- norm_parameters: min_val, max_val for each feature for renormalization
Returns:
- renorm_data: renormalized original data
"""
min_val = norm_parameters['min_val']
max_val = norm_parameters['max_val']
_, dim = norm_data.shape
renorm_data = norm_data.copy()
for i in range(dim):
renorm_data[:, i] = renorm_data[:, i] * (max_val[i] + 1e-6)
renorm_data[:, i] = renorm_data[:, i] + min_val[i]
return renorm_data
def rounding(imputed_data, data_x):
"""Round imputed data for categorical variables.
Args:
- imputed_data: imputed data
- data_x: original data with missing values
Returns:
- rounded_data: rounded imputed data
"""
_, dim = data_x.shape
rounded_data = imputed_data.copy()
for i in range(dim):
temp = data_x[~np.isnan(data_x[:, i]), i]
# Only for the categorical variable
if len(np.unique(temp)) < 15:
rounded_data[:, i] = np.round(rounded_data[:, i])
return rounded_data
def rmse_loss(ori_data, imputed_data, data_m):
"""Compute RMSE loss between ori_data and imputed_data
Args:
- ori_data: original data without missing values
- imputed_data: imputed data
- data_m: indicator matrix for missingness
Returns:
- rmse: Root Mean Squared Error
"""
ori_data, _ = normalization(ori_data)
imputed_data, _ = normalization(imputed_data)
# Only for missing values
nominator = np.sum(((1 - data_m) * ori_data - (1 - data_m) * imputed_data) ** 2)
denominator = np.sum(1 - data_m)
rmse = np.sqrt(nominator / float(denominator))
return rmse
def xavier_init(size):
"""Xavier initialization.
Args:
- size: vector size
Returns:
- initialized random vector.
"""
in_dim = size[0]
xavier_stddev = 1. / tf.sqrt(in_dim / 2.)
return tf.random_normal(shape=size, stddev=xavier_stddev)
def binary_sampler(p, rows, cols):
"""Sample binary random variables.
Args:
- p: probability of 1
- rows: the number of rows
- cols: the number of columns
Returns:
- binary_random_matrix: generated binary random matrix.
"""
unif_random_matrix = np.random.uniform(0., 1., size=[rows, cols])
binary_random_matrix = 1 * (unif_random_matrix < p)
return binary_random_matrix
def uniform_sampler(low, high, rows, cols):
"""Sample uniform random variables.
Args:
- low: low limit
- high: high limit
- rows: the number of rows
- cols: the number of columns
Returns:
- uniform_random_matrix: generated uniform random matrix.
"""
return np.random.uniform(low, high, size=[rows, cols])
def sample_batch_index(total, batch_size):
"""
Sample index of the mini-batch.
Args:
- total: total number of samples
- batch_size: batch size
Returns:
- batch_idx: batch index
"""
total_idx = np.random.permutation(total)
batch_idx = total_idx[:batch_size]
return batch_idx